Read any 12 numbers and print the total and average of the number
Answers
Answer:
Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .
Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .
Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andraEstablish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .Establish the plug flow model of an
electrochemical reactor consisting of two
concentric cylindrical electrodes. The electrolyte
flows axially in the annulus at a volumetric
flow rate Q. The cylinder radii are r, andra
and length L which is shown in the figure .
Answer:
The average of first n natural numbers = (n+1)/2. The average of squares of first n natural numbers = (n+1)(2n+1)/6. The average of cubes of first n natural numbers = n(n+1)2/4.